Objective:
- Practice translating linear inequalities from graphs and graphs to inequalities
Assignment:
- Inequalities to Graphs Assignment (Due Today End of Class)
POW:
- Ande in a Box POW (Due Tuesday at Midnight)
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Objective:
Assignment:
POW:
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Objective:Practice translating linear inequalities from graphs and graphs to inequalities Starter:Lesson:
Assignment:
Objective:
Assignment:POW (Due Tuesday 1/16)Objective:Introduce feasible regions as a method to model inequalities Starter: Assignment:
POW:
Objective:Learn how to express a situation with a system of inequalities Starter:Assignment: Objective:Introduce how to algebraically manipulate inequalities Starter:Manipulating Inequalities LessonAssignment:Homework:Objective:Familiarize yourself with the unit problem Starter:(10 min) Pre-Assessment Unit Problem:You have been contracted by a bakery that specializes in cookies. Unfortunately this is a boring bakery and they only make two kinds of cookies, plain and iced. Your objective is to determine how many of each type of cookie to make for the next day. Note this cookie company is in high demand and they know they will sell out of all the cookies they produce. About the cookies:
Limiting Factors:
Task:
Exit Ticket:Objectives
Math DP Update (5pts Due Monday)Please submit your DP link to google classroom and your DP should include a math 10 section with the following:
Objectives:
Starter:Final Project Write UpObjectives:
Starter: Final Project Write UpObjectives:
Starter (2pts of extra credit if you are below a B)Final Project Write UpObjectiveComplete the calculations for the Rocket Project. StarterResourcesRocket ResultsObjective:
Starter: Rocket Project Group SurveyPOW Work Time:Objective:
Starter:POW Work Time:Objectives:
AssignmentBiggest Box POW (Due Wed 11/8)Objectives:
Rocket Launch Procedure:
Test Launch Google Drive POW Work Time
Objectives:
Grading Posters
The Biggest Box POWDescription: Given a single piece of 8.5”x11” paper, how can you build an open lid box that holds the most volume possible? The box must consist of a minimum of four "sides" and a "bottom," but it should not include a "top." You can cut and tape pieces of paper together in any way as long as your final product is a box, and is constructed from a single piece of 8.5”x11” paper. You can construct as many boxes as possible, but your main goal is to maximize volume.
Question: Given a fixed amount of materials, how can I build a box with maximum volume? Objectives:
Resources:Agenda
Objectives:
Resources:Project Work Time
Objectives
Starter: (Interactive Lesson)
Project Work Time
Resources:Objective:Derive a formula using completing the square that can solve any quadratic Starter:AgendaObjective
Demo: Solve for xAgenda:
Objective: Practice the technique of Completing the Square Demo: Solve for xAgenda:
Objective:Learn the technique of completing the square to solve more complex quadratics Starter:Complete the Square LessonAssignment: |
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